dolution

dolution.

Rebecca S. Ducat arrived at Mockingbird Lanes, a bowling alley in Omaha, Nebraska, at approximately 6:00 P.M. to bowl in her league game. The bowling alley’s parking lot and adjacent sidewalk were covered with snow and ice. Ducat proceeded to walk into the bowling alley on the only sidewalk provided in and out of the building. She testified that she noticed the sidewalk was icy. After bowling three games and drinking three beers, Ducat left the bowling alley at approximately 9:00 P.M. She retraced her steps on the same sidewalk, which was still covered with ice and in a condition that, according to Frank Jameson, general manager of Mockingbird Lanes, was “unacceptable” if the bowling alley were open to customers. As Ducat proceeded along the sidewalk to her car, she slipped, attempted to catch herself by reaching toward a car, and fell. She suffered a fracture of both bones in her left ankle as well as a ruptured ligament. Ducat sued Mockingbird Lanes, seeking damages for her for personal injuries. Mockingbird denied liability for Ducat’s personal injuries.

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dolution.

According to the Office for National Statistics, 86% of all UK households have a satellite, digital, or cable receiver and 75% have a personal computer. Suppose 81% of all UK households having a satellite, digital, or cable receiver have a personal computer. A UK household is randomly selected.

a. What is the probability that the household has a satellite, digital, or cable receiver and a personal computer?

b. What is the probability that the household has a satellite, digital, or cable receiver or a personal computer?

c. What is the probability that the household has a satellite, digital, or cable receiver and does not have a personal computer?

d. What is the probability that the household has neither a satellite, digital, or cable receiver nor a personal computer?

e. What is the probability that the household does not have a satellite, digital, or cable receiver and does have a personal computer?

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SAT Test Scores A researcher wants to know if students who do not plan to apply for financial aid had more variability on the SAT I math test than those who plan to do so. She obtains a random sample of 35 students who do not plan to apply for financial aid and a random sample of 38 students who do plan to apply for financial aid and obtains the following results:

Do students who do not plan to apply for financial aid have a higher standard deviation on the SAT I math exam than students who plan to apply for financial aid at the  level of significance? SAT I math exam scores are known to be normally distributed.

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dolution.

Employees of the divisions of JX Controls, Inc. receive a bonus of 4% of their salary in any year in which the divisional return on assets is above 10%. Toward the end of 2004, accountants for the fire alarm division projected the following year-end numbers:

At a meeting of divisional managers, Susan Torres, divisional vice president, told the group, “We’ve never received the bonus, although several other divisions have. Our employees work just as hard, and many of them really need the extra money for their families; I’d like us to get the bonus for them, as well as for ourselves. What ideas do you have for pulling it off?” A variety of ideas were raised:

• “Let’s do what we can about sales. We have an order for 40,000 in goods to be shipped in early January; could we get those out the door in December, and add that gross margin to this year’s numbers?”

• “Sure—good idea. We might even accidentally overship by 20% and record the extra in this year’s sales.”

• “Could we slow down a bit on paying our bills? Wouldn’t a few suppliers be willing to wait until January—maybe for about 50,000?”

• “We’ve got that old forming machine that hasn’t been used for a year; it’s really useless. It’s on the books at 60,000 and is 70% depreciated, but it’s worth only about 3,000 as scrap. Have we written it down?”

• “The projection includes that new 90,000 bending machine that just came in. We should have delayed ordering it—but we haven’t booked it. Could we forget to record the machine and the payable until January?”

Required Write a short report reacting to the meeting. Determine which proposals would both be in accordance with accounting standards and actually raise return on assets. Calculate return on assets for the current projection, and with the inclusion of those measures that meet these two tests. Also include your thoughts about the advantages and disadvantages of such a bonus system.

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